1974
DOI: 10.1103/physreva.10.1452
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Erratum: Average energy expended per ion pair in liquid argon

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Cited by 29 publications
(11 citation statements)
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“…From this data it is evident that our HV currents continue to slowly rise for electric fields above E ¼ 22 kV=cm [20] rather than "plateauing" as some suggest. This observation challenges the assumption that the measurement of W¼23.6 eV is at an asymptotic electric field.…”
Section: Discussionmentioning
confidence: 75%
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“…From this data it is evident that our HV currents continue to slowly rise for electric fields above E ¼ 22 kV=cm [20] rather than "plateauing" as some suggest. This observation challenges the assumption that the measurement of W¼23.6 eV is at an asymptotic electric field.…”
Section: Discussionmentioning
confidence: 75%
“…In a production simulation we generated n β ¼ 10 000 000 betas. Of these only m We convert the energy deposited in the liquid argon to ionization charge as follows: measurements of the 976 keV monochromatic kinetic energy conversion electron from 207 Bi, ranging out in liquid argon, show the average deposited energy required to create one electron-ion pair as WðE T Þ ¼ 23:6 7 0:3 eV at an electric field of E T ¼ 22 kV=cm [20]. Using the density of liquid argon (1.396 g/cm 3 ) and the ionization energy loss of minimum ionizing betas in the liquid (1.349 MeV/(g/cm 2 )) [21] we find the average number of ionizations is about 8000 per mm of track length at E ¼ E T .…”
Section: Energy Depositmentioning
confidence: 99%
“…Each energy deposition simulated in Geant4 is first apportioned to Ar * 2 excimers (N ex ) and electron-ion pairs (N i ) according to the excitation ratio in LAr, α = N ex /N i = 0.21 [6,8]. The number of ionization electrons surviving recombination (N e ) is determined from the dE/dx of the particle step using one of two parametrized models: the Modified Box Model [20] for dE/dx 1.7 MeV/cm, and the Birks Model [19] for smaller dE/dx where the Modified Box model starts to fail as illustrated in Fig.…”
Section: A Charge and Light Productionmentioning
confidence: 99%
“…The data in (a) and (b) are fit simultaneously with the intercepts free and the slopes taken as a common parameter. E/N i , where E is the energy of the recoil) is determined to be 23.6±0.3 eV in LAr using internal conversion electrons emitted from 207 Bi [45]. The inherent S1-S2 anticorrelation in the recombination model can now be expressed as…”
Section: Anticorrelation Between S1 and S2mentioning
confidence: 99%